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Our Genealogy & History

Our family's historical journey through time.

Maggie B Rodgers

Female 1875 - 1980  (105 years)


Generations:      Standard    |    Vertical    |    Compact    |    Box    |    Text    |    Ahnentafel    |    Fan Chart    |    Media    |    PDF

Generation: 1

  1. 1.  Maggie B Rodgers was born in 1875 in Oklahoma (daughter of Isaac M Rodgers and Elvira Ann Carnell); died in 1980 in Oklahoma.

    Family/Spouse: John Franklin Faulkenberry. John (son of David James Faulkenberry and Mary Ann Mears) was born in 1889 in Arkansas; died in 1978 in Oklahoma. [Group Sheet] [Family Chart]

    Children:
    1. Jesse F Faulkenberry was born in 1912 in Oklahoma; died in 2005.

Generation: 2

  1. 2.  Isaac M Rodgers was born between 1858 and 1861 in Tennessee.

    Isaac married Elvira Ann Carnell on 12 Feb 1874. Elvira (daughter of William Samuel Carnell and Mary Elizabeth Garner) was born in 1860 in Cuero, DeWitt County Texas. [Group Sheet] [Family Chart]


  2. 3.  Elvira Ann Carnell was born in 1860 in Cuero, DeWitt County Texas (daughter of William Samuel Carnell and Mary Elizabeth Garner).
    Children:
    1. 1. Maggie B Rodgers was born in 1875 in Oklahoma; died in 1980 in Oklahoma.


Generation: 3

  1. 6.  William Samuel Carnell was born in 1837 in Virgina (son of Richard Carnell and Nancy).

    William married Mary Elizabeth Garner. Mary was born in 1840 in Tennessee. [Group Sheet] [Family Chart]


  2. 7.  Mary Elizabeth Garner was born in 1840 in Tennessee.
    Children:
    1. 3. Elvira Ann Carnell was born in 1860 in Cuero, DeWitt County Texas.


Generation: 4

  1. 12.  Richard Carnell was born in 1779 in Virgina.

    Richard married Nancy. was born in 1796 in Virgina. [Group Sheet] [Family Chart]


  2. 13.  Nancy was born in 1796 in Virgina.
    Children:
    1. 6. William Samuel Carnell was born in 1837 in Virgina.




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If you have questions or problems with this site, please email me. Every effort has been made in order to document all sources. In some areas we have made speculative inclusions based on the best information available.